{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b5a252ef-ac0b-4208-ad74-e317ad3855b2",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:29:37.191616Z",
     "iopub.status.busy": "2022-06-13T06:29:37.191173Z",
     "iopub.status.idle": "2022-06-13T06:29:37.869030Z",
     "shell.execute_reply": "2022-06-13T06:29:37.868380Z",
     "shell.execute_reply.started": "2022-06-13T06:29:37.191547Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# 导入包\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b297829d-7575-47d6-b881-0245f30d00ff",
   "metadata": {},
   "source": [
    "1. 画板设置: plt.figure\n",
    "    * 必须在所有绘图之前调用\n",
    "2. 输出图片: plt.savefig\n",
    "3. 多子图\n",
    "    1. 在同一张画纸上绘制多根折线，多次调用plot方法就可以了\n",
    "    2. 在多张画纸上绘制子图，使用subplot或者subplots\n",
    "        1. plt.subplot: 分开绘制几张子图\n",
    "        2. plt.subplots: 一次性绘制多张子图，利用返回值绘制数据\n",
    "4. 画纸风格: plt.style.use"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "56c19285-aaa3-4da6-a0eb-1cd693660f42",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-11T09:32:48.967174Z",
     "iopub.status.busy": "2022-06-11T09:32:48.966499Z",
     "iopub.status.idle": "2022-06-11T09:32:48.970990Z",
     "shell.execute_reply": "2022-06-11T09:32:48.970098Z",
     "shell.execute_reply.started": "2022-06-11T09:32:48.967146Z"
    }
   },
   "source": [
    "## 一、画板设置\n",
    "\n",
    "```python\n",
    "plt.figure(num=None, figsize=None, dpi=None, facecolor=None, edgecolor=None, frameon=True)\n",
    "```\n",
    "\n",
    "* num: 图的编号\n",
    "* figsize: 画板尺寸\n",
    "* dpi:分辨率\n",
    "* facecolor: 背景颜色\n",
    "* edgecolor: 边框颜色\n",
    "* frameon: 是否绘制画板"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "6db71fe6-2331-44ba-9202-1f5ed1dd92e3",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:29:40.612695Z",
     "iopub.status.busy": "2022-06-13T06:29:40.612345Z",
     "iopub.status.idle": "2022-06-13T06:29:40.769973Z",
     "shell.execute_reply": "2022-06-13T06:29:40.768973Z",
     "shell.execute_reply.started": "2022-06-13T06:29:40.612666Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x110357d00>]"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 1200x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,5), dpi=120, facecolor=\"r\")\n",
    "plt.plot(np.arange(4,16))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "10a215c8-476d-480f-ac90-ae7671210847",
   "metadata": {},
   "source": [
    "## 二、输出图片"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "a6dae81a-af30-4bd8-bdfd-4fb450df6cd5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:29:47.167058Z",
     "iopub.status.busy": "2022-06-13T06:29:47.166460Z",
     "iopub.status.idle": "2022-06-13T06:29:47.314785Z",
     "shell.execute_reply": "2022-06-13T06:29:47.313893Z",
     "shell.execute_reply.started": "2022-06-13T06:29:47.167006Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 720x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(10,5), facecolor=\"g\")\n",
    "plt.plot(np.arange(4,16))\n",
    "# 输出图片\n",
    "plt.savefig(\"test.png\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b85723db-b69b-446f-aa9d-aa2988896f1e",
   "metadata": {},
   "source": [
    "## 三、多子图"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "678a318c-ee48-40b8-a5f5-fc5d07f2c1e5",
   "metadata": {},
   "source": [
    "### 3.1 同一张画纸"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a6e712c4-34c7-4354-99f0-6d131a237b8a",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:30:05.778146Z",
     "iopub.status.busy": "2022-06-13T06:30:05.777597Z",
     "iopub.status.idle": "2022-06-13T06:30:05.783990Z",
     "shell.execute_reply": "2022-06-13T06:30:05.783068Z",
     "shell.execute_reply.started": "2022-06-13T06:30:05.778122Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([ 0.        ,  0.20408163,  0.40816327,  0.6122449 ,  0.81632653,\n",
       "        1.02040816,  1.2244898 ,  1.42857143,  1.63265306,  1.83673469,\n",
       "        2.04081633,  2.24489796,  2.44897959,  2.65306122,  2.85714286,\n",
       "        3.06122449,  3.26530612,  3.46938776,  3.67346939,  3.87755102,\n",
       "        4.08163265,  4.28571429,  4.48979592,  4.69387755,  4.89795918,\n",
       "        5.10204082,  5.30612245,  5.51020408,  5.71428571,  5.91836735,\n",
       "        6.12244898,  6.32653061,  6.53061224,  6.73469388,  6.93877551,\n",
       "        7.14285714,  7.34693878,  7.55102041,  7.75510204,  7.95918367,\n",
       "        8.16326531,  8.36734694,  8.57142857,  8.7755102 ,  8.97959184,\n",
       "        9.18367347,  9.3877551 ,  9.59183673,  9.79591837, 10.        ])"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 创建数据\n",
    "xData = np.linspace(0,10)\n",
    "xData"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e27475e9-3f8c-45f3-b4be-9c1972c96278",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:30:07.859329Z",
     "iopub.status.busy": "2022-06-13T06:30:07.858754Z",
     "iopub.status.idle": "2022-06-13T06:30:07.980019Z",
     "shell.execute_reply": "2022-06-13T06:30:07.979167Z",
     "shell.execute_reply.started": "2022-06-13T06:30:07.859303Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x111565930>]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 绘制数据\n",
    "plt.plot(xData, np.sin(xData))\n",
    "plt.plot(xData, np.cos(xData))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4fa2ab7-aedc-4469-baf4-9fed107a940c",
   "metadata": {},
   "source": [
    "### 3.2 多张画纸"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "4f38fb5a-2af0-4581-81e4-c3899e9b9b08",
   "metadata": {},
   "source": [
    "#### 3.2.1 plt.subplot"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f8670310-b6a0-44a7-866e-4184a9cfc85f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:30:10.682736Z",
     "iopub.status.busy": "2022-06-13T06:30:10.682301Z",
     "iopub.status.idle": "2022-06-13T06:30:11.069801Z",
     "shell.execute_reply": "2022-06-13T06:30:11.069210Z",
     "shell.execute_reply.started": "2022-06-13T06:30:10.682707Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x1114dcc70>]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "iVBORw0KGgoAAAANSUhEUgAAAXcAAAD4CAYAAAAXUaZHAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjUuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8qNh9FAAAACXBIWXMAAAsTAAALEwEAmpwYAABEVUlEQVR4nO2dd3gb15W33wsCJNh7L6KoTqqLVneRbXXZco/tuCRx4njjZJNsko2z2U022fRN8u0mcbJxbMcttuNuxZZkFRfZlqxCdZLqokiKXSxgA9Hu9wcAmaJIiQXADMD7Pg8egsBg5mBw8cOZc889R0gpUSgUCkVoYdDaAIVCoVD4HiXuCoVCEYIocVcoFIoQRIm7QqFQhCBK3BUKhSIEMWpx0JSUFJmfn6/FoRWjgJKSkiYpZaoWx1ZjW+FPhjK2NRH3/Px89uzZo8WhFaMAIcQZrY6txrbCnwxlbPskLCOEeFII0SCEOOyL/SkUekCNa0Uw46uY+1PACh/tS6HQC0/hg3EtpcThdI3cGoViCPgkLCOl3CaEyPfFvnxFt83Jkx+f5khdO1XNXbRb7dw1N4975o/BbArT2rygxuZw8ZcPT/H+0QaEEIQJwZwxiXz12vEhdW59Na5Layzc9+Qulhels3JqJgvGJWMKU7kMI6G508Y7pXWU1rRRVmMhKTqCB68qYO7YJK1N0w0Bi7kLIR4EHgTIy8vz67Eqz3Xx5edKKK+1kJcURW5SJKYwwU/eLufJj07z7eWTuGV2jl9tCFUOVLXy3VcPcqSunRm5CZiNgm67kz+8d4L1h2v59e0zmJ2XqLWZAeVyY9sUZuDKCSms21/DC7uqyIgz89QXrmByRlygTQ0JymstPPDUbmrarMRGGJmSGcfeyhbu+PMOisck8sMbipiWE6+1mZojfFVbxuPhvCWlnHq5bYuLi6W/Jp3eO9rA11/YB8D/3jWLJZPSzj+3/UQTv3znKAeqWvnZzdO4e55/f2RCjdf2VvPtlw+QGhvBT26axtLC9PPPfXi8ke++cpA6i5UfrZ3KvfPHaGanEKJESlnso33lM8hxDZce21a7k23HGvnhulKsdifPPjCPqdlKhIbC1vJ6/vmFfcSaTTz62VnMyk3EYBB025y8tKeKP75/AqvdxcsPLWBieqzW5vqcoYztkLo2LK1p48Fn9pCdGMVbX7vyAmEHWDg+hVcfWsDVE1P5jzcPs+1Yo0aWBh+Hz7bxyGuHmDs2ic3/cvUFwg5w5YRU3vnmVVw9MZX/XFfK7opmjSzVL2ZTGMuKMvj7gwuICjdy918+4UBVq9ZmBQ0bD9fyxWf2UJAaw5tfXcScMUkYDAKAyPAw7l+YzysPLSTcaOD+J3dR29atscXaEjLi3m1z8vUX95MUHc7zX5xHXnJUv9sZwwz84e5ZTEiL4eG/7eVoXXuALQ0+WjptPPRcCcnR4Tx692zizKZ+t4s1m/jfu2aRmxjJw3/bS2N7T4AtDQ7ykqP4+5fnEx9l4vNP7aal06a1SbqnwWLlkdcOMT07npe+vID0OHO/2+UmRfH05+fSYXVw/5O7aOuyB9hS/eCrVMgXgB3AJCFEtRDiAV/sdyj8bH05Jxo6+M3tM0mMDr/ktrFmE0987grM4WE89FwJPQ5ngKwMPpwuyTf+vp8GSw9/umcOyTERl9w+zmzij5+dQ1u3nX9+YV9QZ4n4c1znJEbxl/uKsXTb+en6cl/tNiSRUvLdVw/SbXPymztmEhl+6Un7wqw4HruvmFONnfxsFJ9bn4i7lPIuKWWmlNIkpcyRUj7hi/0Olq3l9Tz7yRm+uHgsiyekDOo12QmR/Pr2GZxu6uSZ7ZqtedE9r5ZU88GxRn5wQyEzcxMG9ZrCrDh+evM0dpw6x1PbK/xqnz/x97ienBHHg1cV8EpJNdtPNPly1yHF33dX8d7RRh5ZOZnxaTGDes2Cccl8YfFYXiqpGrWhr6APy/Q4nPzgzVImZ8TynRWThvTaqyemsmRSKr/bepxzHSqE0Ber3clvNx9jZm4Cnx3i5PNtc3K4ckIKj753Aot19F4aX45/vm4CY5Kj+LfXD2G1qyvIvtS2dfNfb5WxoCCZ+xfkD+m1X7t2PCkxEfxwXSku1+hrShT04v7SnmrOtnbz/dVTiDAOPcf6+6un0OURMcWFPLW9gjqLlUdWTkYIMeTXf3fFZFq67Pxl2yk/WBcamE1h/OzmaVSc6+KP753Q2hzd8eh7J+hxuPjlrdPPT54OlliziUdWTGZ/VSuv7TvrJwv1S1CLu9Xu5NF3T3BFfiKLxw8uHNOX8Wmx3Dt/DC/squRIncXHFgYvbV12/vjeCa6dnMb8guRh7WNqdjxrpmfy+Ien1eTqJVg0PoXV0zN54qPTo3oCsC+1bd28tLua24tzBkyQuBw3z8pmVl4Cv9hwhPZRdgUZ1OL+wq5K6ixWvrl04rA8Sy9fv24CsWYTv37nqA+tC27++MEJ2nsc/OsQQ119+daySdidLn7/7nEfWRaaPHzNeDptTp79pEJrU3TD/71/EpeUfOWa8cPeh8Eg+MGaQpo6enhxV5UPrdM/QSvu3TYnf3z/JPMLklg4bnheu5fE6HDuX5jPlvIGTjV2+MjC4KWpo4enPq7g5lnZI15FOTYlms9ckcvzOyupau7ykYWhR2FWHEsmpfLkxxV021Tsvd5i5YXdVdw6O4fcpOF57V5m5SUyvyCJv358GnsQZ28NlaAV97/tPENjew/fvH6iT/Z3z/w8wsMMQZ3d4Ste2FlJj8PFw0uG7zH15uEl45HAcztVVtKl+MqS8TR32nhpz+jyMPvjT++fxOmSPhuDX1xcQE2blfWHan2yv2AgKMXd5ZI8s+MMc/OTmDfMeHBf0mLN3DAji5f3VI/quKfd6eK5nWe4ckIK41IHl3Z2ObISIllWmM7fd1epjJBLcEV+EsVjEnls26lR5WH2pbnTxgu7KrllVvawY+19uXZyGgWp0Tz+4Wl8VXJF7wSluH94oonK5i7uWeDb+iUPLB5Lt93JC7srfbrfYGJTaT31lp4hp51djvsW5NPaZWfdgRqf7jfU+MqScZxt7eYfo/g8vVpSTY/DxRevLPDZPg0GwQOLx3LobBs7T4+O0hhBKe5/++QMydHhLC9Kv/zGQ6AwK44FBck8vb1i1HpOT2+vIDcpkiWT0y6/8RCYX5DExPQYnt5eMWo8p+GwZFIa41Kj+dvO0elgSCl5YVclc8YkMinDt4W/bp2dQ1J0OI9/ODpSc4NO3Gvbutl6pIHbi3OHldd+Ob6weCy1bVY2Hq7z+b71TlmNhV0Vzdw3P5+wIeYUXw4hBPctyKe0xsLeylaf7juUEEJw5xV5lJxp4UTD6Kt79MmpZk41dXLXXN9XbDWbwrhnXh5byhtGxeR+0In7i7uqcEnJ3X748AGum5xGTmLkqJzUemZHBWaTgduL/VPr/uZZ2cRGGHlmR4Vf9h8q3Dw7G6NB8Pfdo28MPr+rkjizkTXTM/2y/8/MzUMIeHVvtV/2ryeCStwdThcv7q7kqgmpPpto6YvBILhlVjYfnWgaVSVDO3scvLm/hrUzskmIunThteESHWHk1jk5rD9US7OqhDggKTERXD8lnVf3nsXmGD3hwXMdPWw8XMsts3P81tErOyGSheOSeXVvdciXJAgqcd96pIF6S8+Q65wMlVtm5yAlvD6Kliy/U1pHt93JbX7y2r3cUZyL3Sl5++DonTAcDJ+Zm0tzp42t5fVamxIwXimpxu6Ufv9+3z4nl6rm7pCfWA0qcX9971lSYiK41seTfX3JT4mmeEwir5ZUj5rJv9f3nSUnMZLiMf5tkTclM5ZJ6bGj6odzOFw1IZXMeDMvjpLQjJSSv++uonhMIhP83EFpeVEGMRFGXikJ7dBM0Ih7W7edd482sGZ6JsYANBe+dU4OJxs7OVDd5vdjaU29xcrHJ5q4eVb2iMo4DAYhBDfPzmZvZSsVTZ1+PVYwE2YQ3DYnh23HG6lpDf3w4OGzFk41dXLbHP/3No4MD2PN9Ew2HK6ls8fh9+NpRdCI+zulddgcLm6alR2Q462enkmE0cCrIf7rDrBufw0u6Z7wDAQ3zshCCHhjv/LeL8Xtc3KRcnScpzf3n8UUJlg51T8TqX25bU4OXTZnSK9YDRpxf3P/WcYkRzEjQF3N48wmlhVlsO5ATch3anpt31lm5CZQ4KMVqZcjKyGS+WOTeX3f2VET9hoOeclRzMpL4K0DoStA4O729Y+DNVw9MY34qP5bOPqaOWMSGZsSzcsh7LwFhbg3WKxsP3mOtTOy/B426M2ts7Np67bz3pHQbaR9pM5Cea2FWwLktXu5eXY2Z851sW+UdskZLGumZ1FWa+FkCBe023W6mXpLD2tnZgXsmEIIbp6Vza7TzdS1WQN23EASFOK+7kANUsKNMwMrQIvHp5AYZeLtEL50e33fWYwG4be84oFYOTWDCKOB1/eGfshhJKyelokQhLT3vu7AWaLCw7h+im9XnF+OVdPcY37D4dA8t0Ej7lOz4wbdP9FXGMMMrJiawdby+pAseCWl5K0DtVw5IeWyja99TazZxPWF6bx9qDaom2j7m4x4M3Pzk/jHwZqQDGHZHC7WH6pjWWH6ZRtf+5rxaTFMzojl7YNK3DXhdFMnB6vbWDsjsF67l1XTMumyOXn/aOiFZg6dbeNsa/d5DybQrJ6WSXOnjV0VoZ1vPFLWzMjiREMHR+tDrxzBtmONtHXbuTGAIZnerJmeyZ4zLSG5YFH34u6dzV4d4LCBlwUFySRGmUJyVn39oTqMBsHSwsBeDnu5ZlIqZpOBDYdGXx2fobByagZhBhGSlSL/cbCGhCgTV05I1eT4XsdmfQiOQd2L+8bDdczMTSArIVKT4xvDDCwvymBLiIVmpJRsOFzLwvEpfis3cDmiwo0smZTGxtI6nCG+FHwkpMREsHBcMm8drA2p0EyPw8nW8gZWFGVgCsDalf4oSI2hMDMuJFdM61rcq5q7OHS2jRVTMzS1Y/X00AvNlNVaOHOui1Uan9uV0zJpbO+h5EyLpnbonRumZ3HmXBeHz4ZOE/ePTzTR0eNguQ6+33srWzkbYovFdC3u75S6L5VWavzhh2JoZsOhOsIMgmVF2p7bayenEW40hGzGgq9YWphOmEGc/06EAhsP1xEbYWThON90Uxsuq71ZMyH0/Qadi/vGw3VMyYxjTHK0pnZ4QzOhkjUjpWT9oVrmFySRFK1NSMZLTISRqyemsvFwXchX6RsJidHhzBubFDLi7nC62FxWz3VT0vzSl2Eo5KdEU5QVF1LOG+hY3BssVkoqWzT32r2snJZJp83JR8ebtDZlxByr7+BUU2fAlnpfjpVTM6hts7K/ulVrU3TN8qIMjjd0hMSCpl2nm2npsmsecvWyvCiDfVWtNFhCZ0GTbsX9ndI6pEQ3H/6CgmRiI4xsKgt+z2n9oVqEcA9oPXDdlHRMYSLkLot9zTJPW8lQ8N43ltZhNhm4eqJ/K7wOluVFGUgJm0OoxLJuxX3D4ToKUqOZEOCFSwMRbjSwZHIaW8obgj6zY1NZPVeMSSI1NrALlwYiPtLEovEpvFNaH1LZIL4mMz6SGbkJvBPkLSBdLsk7pXVcMzEt4AuXBmJiegxjkqN4p1SJu19p6bSx83QzK6dmBLSWzOVYVpROc6ctqDM7qpq7KK+1nPcC9cLSwnQqm7s4Vh/8IQd/srwonQPVbUG96GZfVSv1lh7dXJWDu9bM8qIMdpxswmK1a22OT9CluL97xO0d6yVs4OWaSWmEhxnYFMSXxZvL3J6JVguXBmKpp65IMJ/bQOD9TmwKYg9zU2kdpjDBtVP0EZLxsqwwHbtT8t6RBq1N8Qm6FPdNZXVkxJmZlh2Y8r6DJSbCyKLxybxTVhe04YNNZXVMSo/VPAOpL2lxZmblJYRUzNMfjEuNYUJaDBuDNDQjpWRTWT3zC5KJMwemvO9gmZ2XSEpMRFD/cPZGd+JutTvZdqyJ6wvTdBWS8bKsKIOq5m6O1AVfnY+WThu7TjfrLiTjZWlhOger20ZF56GRsLwog52nz9EShE3GTzZ2cLqpk2U6u3IEMHhKcbx/tCEkUp51J+4fn2ii2+5kaaG+QjJerp+SjhDBeVm89UgDLqm/kIyXZZ7PfIvy3i/J0sJ0XNIdvgw2NnnCgtfrdQwWpdNpc7L9ZPCnPOtO3DeX1RMbYWRBgbar1gYiNTaCOXmJQZmOtqlUn+EuL+PTYihIjT4/L6Don2nZ8aTHRQTledpcVs/0nHgy47WpFXU5Fo5LJibCGJTOW190Je5Ol2RLeT1XT0ol3Kgr0y5gWVE6ZbUWqlu6tDZl0HTbnGw73siyonRdhru8LC1MZ8fJc7R1h0bGgj8wGATXT0ln2/HGoAofNFis7KtsPT95rkcijGFcPSmVLeUNQb9i2icKKoRYIYQ4KoQ4IYR4ZLj72V/VQlOHTbdhAy/ekNGWIPKcPjrRhNXuOh/60CvLCjNwuCTvH9VHyMFXY9vXLC1MpyvIwgdbyt2f6VKdzvl4WVaYTlNHT9C3gByxuAshwoBHgZVAIXCXEKJwOPvaVFaPKUywZLK+UqT6MjYlmnGp0UGV2bGptI5Ys5G5Y5O0NuWSzMpNcGcs6OCH05dj29cs8IQPgik0s7msjtykSCalx2ptyiW5ZlIaRoMIqnPbH77w3OcCJ6SUp6SUNuBFYO1wdrS5VJ8pUv2xtDCDnaeagyJ84HRJ3j3SwJJJaboOd4E35JDGB0cb6XFoHnLw2dj2NRHGMK6eGDzhg44eBx+fPMfSKfpamNgf8ZEm5hUksTnIS4344pueDVT1+r/a89gFCCEeFELsEULsaWy8uC660yX5/OKxfG5hvg9M8j9LC9N1FT64FHsrWzjXqf9wl5elhel09Dj45JTm7fd8Mrb9xdLCdBrbe4Ki4Nq2Y43YHK7gGYNT0jnZ2MmpIC7S5gtx7+9n+CJXQkr5mJSyWEpZnJp6cUutMIPg3vljuE7Hky298YYPguHSbbMn3HXNJG1amQ2VReNTiDSF6cFz8snY9hdLJqURFiThg81l9SREmbgiP1FrUwaFN1UzGM7tQPhC3KuB3F7/5wCh17OqD73DBzaHS2tzBkRKyWbPisDYIAh3AZhNYVw1MYUtZQ1arwTW9diOjzIxb2yS7ks22J0u3j3SwHWT0zFq1E5vqOQkRjElM27Ui/tuYIIQYqwQIhy4E1jng/3qnqWF6bT3OPjk1DmtTRmQk42dul0ReCmWFmZQZ7Fy6GyblmbofmwvK3SHD/Rc4333affcVLCEZLwsLUynpLKFpo4erU0ZFiMWdymlA/gq8A5QDrwkpSwd6X6DgU/DB/r9dd+s8xWBA3Ht5DQMQtvL4mAY20s9hcT0PAY3ldUTYTRw1cQUrU0ZEssK05ES3i3X/7xaf/jkGklKuV5KOVFKOU5K+VNf7DMY8IYPNpfV6zZjYXNZHdOy9bsicCCSosO5Ij9Jc9HS+9jOTohkanacbkMz3rDglRNSiAo3am3OkCjKiiM7ITJoG/QERwBMxyzzhA8Oahs+6JfGdvdCjGC7HPaytDCdI3XtVJ4LnpXAWrCsUL8t4spqLZxt7db94rn+EEKwrCidbceb6OxxaG3OkFHiPkKum5Km2670m8vqkRLdVoG8HF5BCFbPKVAsK3KHD7boMHywqbQeIdBd7fbBsqwwA5vDxQfHApfi6iuUuI+QhKhw5hfosyv9xtI68pOjdL8icCDykt0ZC3o8t3piUnoseUlRuvwR3FxWT/EYd530YOSK/EQSo0y6DXtdCiXuPmB5UQanGjs50aCfGu9t3Xa2n2hiuc5aFQ6VFUUZ7DnTQkO7/kIOekEIwbLCdLafOEe7jlrEVTV3UVZrCdqwIIAxzMB1U9LZeqRB1ynP/aHE3Qd4wwd6aq773pEGHDpsVThUVkz1dKXXcTaIHlg+NQObU1/hA+8VV7CPweVFGbRb9Z3y3B9K3H1ARrzZ3ZVeR5duGw/XkR4XwcycBK1NGRET02MYmxIdtG3lAsXsvESSo8N15WCsP1RLYWac7lo6DpUrJ7hTnvUY9roUStx9xPIi/bSI67Y5ef9YA8uLMjAYgjckA7270qsa75cizODO7Hi3vF4XNd7r2qzsrWxl5dTg9trBnfJ89cRUNpXqN+W5P5S4+4hPu9Jr/+vubuLgCvrLYS/Li9xF2t49oh+vVI+smpZJp82pi9CM9yp25bRMjS3xDcunptPQ3sO+qhatTRk0Stx9hLcr/XodhA/eOVxHQpRJ97XbB8uMnAQy4swqNHMZ5hckkxhlYsOhWq1NYf2hWiakxTA+LUZrU3zCdVPSCQ8z8PbB4BmDStx9yOrpmeyuaKZew8UkNoeLLeX1XD8lHVOQFGm6HAaDYHlROh8ca6TLFnyLSQKFKczAssIMtpQ3aBqaaeroYXdFc0iEZLzEmU1cNTGV9YdqgyY0Exrffp2wZnoWUrq9Fq348HgjFquDVdNC54sF7st7q93FVh0u1NETq6Zn0tHj4MPj2rXf21Raj0vCiqmhEZLxsmZ6JnUWK3srgyM0o8Tdh4xPi2FyRixvHdRO3P9xoIaEKBOLxwdH7fbBckV+EulxEfzjgG4q7uqSheOSiY/UNjSz4XAt+clRTMkMzsVzA3F9YTrhRoOm3++hoMTdx9wwI4uSMy2aZM1025xsKqtn5dQM3bfTGyphBsHqaVm8f7RRZc1cAndoJp3NZfWatCk819HD9pPnWDE1M6gXz/VHTISRJZOCJzQTWgqgA1Z7sgPe1uDX/d0jDXTZnNwwIyvgxw4EN87MwuZ06Wo9gR5ZNT2T9h4HH2kQmnn7UC1Ol+SmWaE5BldPz6Kh3T2noHeUuPuY/JRopmbH8ZYGl8X/OFBDamwE88YmB/zYgWBGTjx5SVEqNHMZFo1LIT7SxJv7A3+eXt93lskZsUzOiAv4sQPBdZPTiDAaeFsHGUmXQ4m7H1gzPYsDVa1UNQeuVK3Faufdow2snpZJWJAvXBoIIQQ3zMhk+8lzQdsdJxCEGw3cMCOTTWV1Aa01c+ZcJ/sqW7lp1kU9xEOG6Agj105OY/2hOhxOfdeaUeLuB7yhmXUB9DA3l9Zjc7i4cWZoXg57uXFGNk6X1DQjKRi4ZXYOVruLDQFcG/Dm/hqEgBtDNCzoZe3MLJo6evjwhHYZSYNBibsfyE2KYt7YJF7eUxWwBs/rDtSQnRDJrNyEgBxPKyZlxDIxPUaFZi7DrNwExqZE89re6oAcT0rJG/vOMm9sElkJwdX1a6hcOzmdxCgTr+wJzLkdLkrc/cQdxblUnOtid4X/c2Jr27r58HgjN83KCrkMhf64cUYW1S3dQdkdJ1AIIbhlVjafnGqmusX/4cFDZ9s41dTJTTNDNyTjJdxoYO3MbDaX1dPaZdPanAFR4u4nVk7LICbCyEt7qvx+rJd2V+OS8JniPL8fSw988coCPv7utURHBFdPzkDjjX2/se+s34/1+r6zhIcZQqaWzOW4vTgHm9MV0NDrUFHi7ieiwo2smZ7J+kO1dPjRw3S6JC/tqWLx+BTykqP8dhw9YTaFBX21y0DgDQ++tvesX8ODVruTN/fXcN2UNOIjTX47jp4oyoqnMDOOl3UcmlHi7kduL86ly+ZkvR9z3j860cTZ1m7unJvrt2MogpdbZ+dwqqmTfVWtfjvGhsO1NHfa+Oy8MX47hh65bU4Oh862caTOorUp/aLE3Y/MzktgXGq0X0MzL+6qJDHKFNStzBT+Y9X0TGIijDyzvcJvx3h2xxkKUqNZND4011cMxE2zsjGFCd1OrCpx9yNCCO4ozmXPmRa/9Fdt6uhhc1k9t87OIcIY5vP9K4KfmAgjtxfn8PahWhr8UK308Nk29la2cs+8MaNiMr83SdHhXD8lnVf2VuuyWqkSdz9z65wcwo0Gnviowuf7frWkGodLqpCM4pJ8bmE+DpfkuZ2VPt/3c5+cwWwycOucHJ/vOxj4wuKxtHbZebVEf967Enc/kxITwe1zcnh1bzUN7b7znGwOF09tr2Du2CTGp4VW9T2FbxmTHM11k9N4fucZnxYTa+u288b+s9w0M3vUTKT2pXhMIjNzE3j8o9M4dVZMTIl7APjSlQXYnS6e9mHc87W91dS2WfnKNeN8tk9F6PK5hWNp6rDxjwO+m9x/paQaq93FPfNH10Rqb4QQfOnKAs6c62Jzmb7aQCpxDwD5KdGsnJrBszvO+CQt0uF08acPTjItO56rJ4ZW3XaFf1g0PpmJ6TH89ePTPkmLtNqdPLbtJFfkJzI1O94HFgYvy4vSyU2K5C8fntLalAtQ4h4gvnzVOCxWBy/uGnnc8+1DtZw518XDS8aPukksxfAQQvD5RWMprbHw3tGRd7N67pMz1Ft6+Jelk3xgXXBjDDPwwKKxlJxpoeSMfro0KXEPEDNyE5hfkMQTH50eUdzT5ZI8+t4JJqbHsEylPyqGwK2zcxibEs3P1x8ZUUXDjh4Hf3z/JIvHp7Bg3OhKfxyI24tziY808butxwNWT+pyKHEPIF+7dgK1bVYe+2D4l2/vlNZxrL6Dr1wzXq3SVAyJcKOB766YzPGGDl4eQXbHkx+dprnTxreXK6/dS3SEka9dO54PjjWOqM/v9pNNtHX5pkyzEvcAsmh8CqunZfKH905QeW7oxZzarXZ+/FYZE9NjWDN9dNTwUPiW5UXpXJGfyG82HRtW4bXWLht/2XaKpYXpzAzxCqRD5f6F+YxPi+FHb5VitQ/96ryquYsvPb2HH6w77BN7lLgHmP9YU4jRIPjhusNDvnz7+YYj1Fus/PLW6RjD1EenGDpCCP5t1RSaOnr487ahX0H+bH05HTYH31o20Q/WBTemMAM/urGIquZuHhviuXW5JN955QBCCP51xWSf2KMUIsBkxJv55tKJvHe0kU1DSJ3acfIcz++s5AuLxjIrL9GPFipCnVl5iayZnsn/fXCS/UOoOfPm/rO8tKear1wzLmTb6I2UReNTWDUtgz++f2JIpZaf2VHBJ6ea+Y81U8j2UT18Je4a8LmF+UzOiOXf3zjMmXOdl92+y+bgkdcOMiY5im8tU3FOxcj58dqppMVG8OVn91A/iLIEp5s6+bfXDlE8JpFvXq+89kvx/dWFGITgS8+UYBlEm8NTjR38YuMRlkxK5Y5i3602V+KuAcYwA7+7axYOp4u7/7KTs63dA27b1mXn3id2UdXcxS9umU5kuKohoxg5SdHhPH5/Me1WBw8+W3LJGHGXzcFXn9+LyegetyokeGmyEyL50z1zONHQzhef3nPJc3u2tZsvP1tChDGMX9w63aepzSP6lIQQtwshSoUQLiFEsa+MGg1MTI/l2QfmYbHaufsvn/TrPdVbrNzx5x0cqm7j0btnq7SzADIaxvbkjDh+e8dMDlS18k/PlVDTj5NRVmPhht9/RFmthf++bUbIt9DzFVdPTOXXt89gd0UzX3thH922iwX+UHUbNz36MXUWK3+6ZzbpcWaf2iBGkpMphJgCuIA/A9+WUu4ZzOuKi4vlnj2D2jTk2VvZwr2P70QCa6ZnckdxLla7iw9PNPLmvhrarXYeu6+YReNTtDY1aBBClEgpRyTIo2lsP7Ojgp++XY5BCB5eMo7FE1Jp7bJRWmPhf7ceJz7SxP+7YyaLJ6gxOFSe3l7BD9eVkhhl4p75Y1g7M4vTTV3sq2zhrx9XkBQdzlOfv4IJ6YOrDzWUsT0ice91wPcJ8S+APzlW386TH51m3YEaujy/8KYwwey8RL6/egrTcxK0NTDI8IW499rX+4yCsV3V3MXP1pez4XDdBY8vmeT2QJNjIjSyLPjZXdHMY9tOsaW8Hq/chhkECwqS+e1nZpAWO3iPXZfiLoR4EHgQIC8vb86ZM2dGfNxQo6PHwZayeuIijcwbm6x6hA6TQIt7KI3t/VWtNHf2EB8ZTlJ0OPnJUarEhY841djBJ6eamZgeQ1FW/LDmz4Yyti+rHkKILUBGP099X0r55mCNklI+BjwGbu9msK8bTcREGM83NVb4HzW2L0YtTPIfBakxFKTGBOx4lxV3KeX1gTBEoQg0amwrQhmV06RQKBQhyEizZW4Gfg+kAq3Afinl8kG8rhEYKDCZAjQN2yjfoRc7QNnSH5eyY4yUckSF7v0wtvVy3kDZ0h96sQN8NLZ9MqHqS4QQe3w1GRYKdoCyRc92DBY92ats0a8d4DtbVFhGoVAoQhAl7gqFQhGC6FHcH9PaAA96sQOULf2hFzsGi57sVbZcjF7sAB/ZoruYu0KhUChGjh49d4VCoVCMECXuCoVCEYJoIu5CiBVCiKNCiBNCiEf6eV4IIX7nef6gEGK2n+zIFUK8J4Qo95R3/Xo/21wjhGgTQuz33H7gD1s8x6oQQhzyHOeiWiaBOC9CiEm93ut+IYRFCPGNPtv47ZwIIZ4UQjQIIQ73eixJCLFZCHHc87ffVlSXG1eBQI3tfm3RfFx7jjO6xraUMqA3IAw4CRQA4cABoLDPNquADYAA5gM7/WRLJjDbcz8WONaPLdcAbwXo3FQAKZd4PiDnpc9nVYd74URAzglwFTAbONzrsV8Bj3juPwL8cjjjKgCfnxrb/duiq3Hd67MK6bGthec+FzghpTwlpbQBLwJr+2yzFnhGuvkESBBCZPraECllrZRyr+d+O1AO6LlyV0DOSy+uA05KKQNW5lBKuQ1o7vPwWuBpz/2ngZv6eelgxpW/UWN7eAR6XMMoGNtaiHs2UNXr/2ouHnSD2canCCHygVnAzn6eXiCEOCCE2CCEKPKjGRLYJIQoEe4ysn0J9Hm5E3hhgOcCdU4A0qWUteAWLSCtn20CPmaGacNoHNt6G9cwCsa2FgXD+ysO3TcfczDb+AwhRAzwKvANKaWlz9N7cV+6dQghVgFvABP8ZMoiKWWNECIN2CyEOOL5tT9vaj+v8ct5EUKEAzcC3+vn6UCek8ES0DEzAhtG49jWzbiG0TO2tfDcq4HeLb5zgJphbOMThBAm3IP/b1LK1/o+L6W0SCk7PPfXAyYhhF/6jUkpazx/G4DXcV+O9SZg5wVYCeyVUtb3Y2fAzomHeu9luudvQz/bBPLcDIQa2/2gs3ENo2RsayHuu4EJQoixnl/QO4F1fbZZB9znmUWfD7R5L118iRBCAE8A5VLK3w6wTYZnO4QQc3Gfs3N+sCVaCBHrvQ8sAw732Swg58XDXQxw2Rqoc9KLdcD9nvv3A/010hjMuPI3amxffAy9jWsYLWPbH7PCg5g1XoV79v4k7q43AA8BD3nuC+BRz/OHgGI/2bEY9+XNQWC/57aqjy1fBUpxz1B/Aiz0ky0FnmMc8BxPy/MShXtAx/d6LCDnBPeXrhaw4/ZYHgCSga3Acc/fJM+2WcD6S40rNba1Hdt6GtejbWyr8gMKhUIRgqgVqgqFQhGCKHFXKBSKEESJu0KhUIQgWuS5k5KSIvPz87U4tGIUUFJS0iRH2EN1uKixrfAnQxnbmoh7fn4+e/ZcVD9IofAJQoh+l5QLIZ4E1gANUsqpnseSgL8D+bhroNwhpWzxPPc93BkNTuCfpZTvXO7Yamwr/MlAY7s/VFhGMZp4CljR57FHgK1Sygm4U9EeARBCFOLOJy7yvOaPQoiwwJmqUIwMJe46o6q5i84eh9ZmhCRyaIWb1gIvSil7pJSngRNcvLJSofAtxzdDR3+LVIeOEnedceuftvPnD05qbcZoYqDCTYMu1iSEeFAIsUcIsaexsdGvxipCmJr98OJn4Z1/88nulLjrCCkljR09NHXatDZFMYRiTVLKx6SUxVLK4tRUTeZxFcFOVzO8dC9EJcPyn/tkl0rcdYTV7kJKsNqdWpsymhiocJMeCpEpRgMuF7z+ZbDUwh3PQIxvHAQl7jqi0+aOtStxDygDFW5aB9wphIgQQozFXfZ1lwb2KUKdbf8NxzfBip9D7hU+260mqZCK/um2uUXdandpbEloIoR4AXcbtRQhRDXwQ+AXwEtCiAeASuB2ACllqRDiJaAMcAAPSynVr67CtxzbBO//HKZ/Bq74ok93rcRdR3g9d6/IK3yLlPKuAZ66boDtfwr81H8WKUY1507Cq1+EjKmw5n9A9DfNM3xUWEZHdHk9d4cSd4UipOnpcGfGGAzwmb9BeJTPD6E8dx3h9diV565QhDBSwptfgaajcM9rkDjGL4dR4q4jvIuX1ISqQhHCfPhrKHsTlv4XjFvit8OosIyO6LarCVWFIqQ5ugHe/QlMuwMWfs2vh1LiriO8Mfdu5bkrFKFH41F49UuQORNu/J3PJ1D7osRdR6iwjEIRonQ1w/OfAZMZ7vwbmCL9fkgVc9cR3onUHocLl0tiMPj3l12hUAQApx1eug8sZ+Fzb0N8TkAOqzx3HdHZK0umx6Hi7gpFSLDhu1DxIdz4e8gNXGFRJe46otv2aalfFXdXKEKAnY/Bnidg0Tdgxp0BPfSQxV0IESaE2CeEeMvzf5IQYrMQ4rjnb6LvzRwddPXy3FXcXaEIco5tgo3fhUmr4bofBPzww/Hcvw6U9/q/3042iqHTW9yV565QBDH1pfDKFyB9Ktz6FzAEvonXkMRdCJEDrAYe7/XwQJ1sFEOkq1dYRnnuCkWQ0l7vzoyJiIG7XoTwaE3MGKrn/j/AvwK9Z/sG6mRzAapbzeVRYRmFIsixdcLzd0DXObjrBYjvt3lXQBi0uAshvF3jS4ZzINWt5vJ02ZxEh7sv39QqVYUiyHA54ZUHoO4g3PYkZM3S1Jyh5LkvAm4UQqwCzECcEOI5PJ1spJS1fTrZKIZIl81BUkw4nc3dqniYQhFMSAkbH4FjG2DVr2HSSq0tGrznLqX8npQyR0qZD9wJvCulvIeBO9kohkiXzUlSdASgyv4qFEHF9t/BrsdgwVdh7pe0tgbwTZ77L4ClQojjwFLP/4ph0GVzkhwdDqiyvwpF0HDwZdj8Ayi62V3pUScMq/yAlPJ94H3P/XMM0MlGMTS6bU6SPOJuVStUFQr9c+oDeOOfYMxiuPnP7uYbOkE/loxy7E4XNqfrU3FXnrtCoW9qD7i7KSWPdxcDM0ZobdEFKHHXCd40yPPirlIhFQr90nwKnrsNIhPg3tfcf3WGqgqpE7wx9jizCaNBqBWqCoVeaa+HZ28GlwPueRvisrS2qF+UuOuETs/q1OiIMMymMJXnrlDoke5WeO4W6GiA+/8BqRO1tmhAlLjrBK/nHmlyi7vy3BUKneFdfdp4FD77EuQUa23RJVHirhO8MfeocCOR4QZ6lLgrFPrBYYO/3wvVu+G2v8K4a7W26LIocdcJ3rBMVEQYZqPy3BUK3eB0wKsPwMmt7oYbRTdpbdGgUNkyOqH7vOceRmR4mMqWUSj0gMsFbz4M5etg+c9h9n1aWzRolLjrBG9z7Ohwo/LcFQo9ICWs/xYcfBGW/Dss+IrWFg0JJe46wSvmkeFhmMNVtoxCoSneQmB7noTF34Srvq21RUNGibtO6OoVljEbDSoso1BohZSw6d9h5//B/K/AdT8EIbS2asgocdcJXT0OhACzUcXcFQrNkBK2/hh2/AHmPgjLfxaUwg5K3HVDl81JpCkMg0GomLtCoQVeYf/otzDn87DyV0Er7KBSIXVDl91JlKcLU6SKuSsUgUVK2PKf8PH/uIV99W+DWthBibtu6OpxEBXu/jgiTAbluSsUgUJKdz327b+D4i/Aqt/oqnTvcFHirhO6bL08d1MYNocLl0tiMAS396BQ6BpvVszO/4PiB9wt8kJA2EHF3HVDb3E3mzxNslWrPYXCf7hc8NY3PFkxD8Pq0PDYvQz6nQghcoUQ7wkhyoUQpUKIr3seTxJCbBZCHPf8TfSfuaFLl+3TsEykV9xV3F2h8A9OB7z5FSh5Chb/Cyz/adDH2PsylJ8pB/AtKeUUYD7wsBCiEHgE2CqlnABs9fyvGCJdNieR5z1398ei4u6BQwhRIYQ4JITYL4TY43lMOS6hiKMHXr4fDrzgXnl63Q9CTthhCOIupayVUu713G8HyoFsYC3wtGezp4GbfGzjqKDL5iS6b1hGiXugWSKlnCml9NZyVY5LqOEt23vkLVjxS7j6OyEp7DDMmLsQIh+YBewE0qWUteD+AQDSBnjNg0KIPUKIPY2NjcM0N3Rxe+7usIxX3LtVH1WtUY5LKNHVDE/fCKe3wdpHYf5DWlvkV4Ys7kKIGOBV4BtSSstgXyelfExKWSylLE5NTR3qYUOebpvjvOfujbn3qAnVQCKBTUKIEiHEg57HlOMSKrRVw5MroO4Q3PEMzLpHa4v8zpBSIYUQJtzC/jcp5Wueh+uFEJlSylohRCbQ4GsjQx0p5QWLmD713NWEagBZJKWsEUKkAZuFEEcG+0Ip5WPAYwDFxcXSXwYqhknjUXj2FrC2wT2vwtgrtbYoIAwlW0YATwDlUsrf9npqHXC/5/79wJu+M290YLW7kJLzYRmv564mVAOHlLLG87cBeB2Yi8dxAVCOS5ByZgc8sQycNvj826NG2GFoYZlFwL3AtZ6Mgv1CiFXAL4ClQojjwFLP/4oh0Ls5NnyaLaMmVAODECJaCBHrvQ8sAw6jHJfgpmwdPLMWolPgi5shc4bWFgWUQYdlpJQfAQNNK1/nG3NGJ72bY0OvsIwS90CRDrzuvjjFCDwvpdwohNgNvCSEeACoBG7X0EbFYJESdjzqLtubcwXc9SJEJ2ttVcBR5Qd0QO/m2PCpuKsm2YFBSnkKuMitk1KeQzkuwYXTARu/C7sfhyk3ws1/hvAora3SBCXuOqB3c2zg/GIm5bkrFEPAanE3sj6+CRb+M1z/o5AqJzBUlLjrgPPNsb1hGaM35q6yZRSKQdFSAc/fCU3HYM3/c1d3HOUocdcB3rBMdIT74zCGGTCFCeW5KxSD4cwO+PtnweWAe1+Dgmu0tkgXjN5rFh3R5QnLeMMx4G63p7JlFIrLsOdJePoGMCfAF99Vwt4L5bnrgN7Nsb2YVR9VhWJgHDbY8K9Q8lcYfz3c+gREJmhtla5QnrsO6OzxTKiGf/pbazYZdB1z//3W49zxfzu0NkMxGrHUwtNr3MK+6Btw90tK2PtBee46oLsfzz3SFKbbwmFSSl7YVUmdxYrD6cIYpnwERYCo+Ahe/ry7uuNtT8LUW7W2SLeob6UO6LI7CQ8zYOolkmZTmG47MR0620ZNmxWXhIb2Hq3NUYwGpISPf+eu6miOhy+9q4T9MoS05x4sPUi7ehwXTKaCW9z16rlvPFx3/n5tWzdZCZEaWqMIebqa4Y2vwLEN7oVJax8Fc5zWVumekPXcK5o6mfVfm9l2TP8lWHv3T/Xi9tz1F3OXUrLxcB0ZcWYAatusGlukCGmqdsGfr4YTW2Dlr9zlepWwD4qQFff/t+UYbd12ymoHXXJeM3qX+/USaTJg1aHnfqKhg1NNndy7YAwAta1K3BV+wOWEbb9212AXwBfegXlfDtmuSf4gJMW9vNbCugM1ADRY9B8T7upxXJApA/qNuW88XIcQcPucHKLDw6hp69baJEWo0XYWnr0J3v0vKFwLD30EOXO0tiroCMmY+282HSMmwojZFEZjh77F3eWSNLT3nF+d6kWv2TIbS+uYnZdIWpyZzIRI5bkrfMvh1+Ctb7gLgN34B3fHJOWtD4uQ89z3VrawpbyeL19VQH5yFI3t+hUfl0vy/TcOUVpjYVlh+gXPmU36W8RU1dxFaY2FFUUZAGTGm6lVnrvCF3S3wGsPwiufh+QJ8NCHMPteJewjIKQ897Ot3fz4H2UkR4fz+UVjKa9tp7xOnzF3l0vy728e5oVdVTy8ZBwPLB57wfNucdfPhOqBqlYeee0QBgHLPeKeFR/Jkbp2jS1TBD3HN8O6r0FHA1z9XbjqOxBm0tqqoMcn4i6EWAH8LxAGPC6lDGg3puqWLh7/8DTP76wE4Je3TSM6wkhqbATbjusrLNNlc7DhUB0v7q5kd0UL/3TNOL69bBKij4diNhmwOV04XZIwjdI5pZQcb+jg+Z2VPLOjgtTYCP58bzF5ye762BnxZpo6erA5XIQbQ+4iUOFvulvdDTX2PQupU+CuFyBrltZWhQwjFnchRBjwKO4We9XAbiHEOill2Uj33R9t3XZONHRwoqGd/VVtfHLqHKebOgkzCO4ozuFr1044n3edGhtBu9WB1e483wAjkNidLqpbujnZ0MHB6lYOVLexp6KZTpuTMclR/OcNhdy/MP8iYYdPuzJZ7c6L4vH+QEpJW7ed4w0dHKlrp6ymjW3Hmjjb2o0QcM+8MXxnxSTizJ96VFkJZqSEeouV3KTANkQIljUMigE48ja89S/Q2eguIbDk38AYobVVIYUvVGMucMLTzQYhxIvAWmDI4t7Y3kNDu5XG9h7P/R4aLFbqLFbOtnZT3dJNa5f9/PYxEUbmjU3is/PyWFaYcd6j9JIaG3F+v74Wn84eh9vOjh4aLG67G9p7qGuzUtvWTU2r22anSwJgEDAxPZabZmWzdmY2V+Qn9ivqXsw+FHeH00Vzp40Gz3n1nuc6i5W6th5qWrupaumi3eo4/5pYs5H5Bck8vGQ810xK7XehUma8+7HaNt+Ju5SSDu+57XV+69ut1LdZqWmzUtPaTbfNScl/LPXJMRUBxFLr7pRU9iakT4O7X1Teup/whbhnA1W9/q8G5g1nR6t/9+FFy9njzEYy4s1kJUQyMzeBnMQoJqTFMCEtluzEyEuGLLzi3jBEcbfanVQ2d3HmXBeVzV3UtXVT22al3mI9L5Bd/WSyGA2C9DgzmfFmZuQmcMOMTPKToylIjWZKZtxF6Y6XInKQfVSllDS293CqqZOq5i5qWt3iV99upd7i/nFs7rIh5cWvTYgykeGxtzg/kdzEKMalRTM5I47MePMlf3zA7bkDQ5pU7bY5OdXUQVVzN9UtbnvrLZ6b54e9v7mG8DADqbERZCdEckV+ElkJZk1DVooh4nLC7idg64/BZYdr/93tsavYut/whbj39+26SEqEEA8CDwLk5eX1u6P/WFOIKUyQEhNBSkwE6XHmi5blD4W08577pTNm6i1W3imto+RMC6U1Fk41duDq9Q4ijAYy482kx5mZnpNAWmwEqbERpMZ4/sZGkBYbQWJUuM9CBRGm/rsxWe1OPj7RxJ4zLZRUtFBea6G9x3HBNqmxEWTEmcmKNzMzN57UWLPH3nBSY83n7R9pqMrruddcIh2y8lwX7x9rYMfJcxypa6fiXOcFPzRR4WFkxLnP7Zy8RFJj3Z99WlwEqTFmUmLDSY81kxBluuyPjUKnVO2Ct78FdQdh3LWw+jeQVKC1VSGPL8S9Gsjt9X8OUNN3IynlY8BjAMXFxf34kXDDjCwfmPMpvcMy/bHxcB1/+fAUJWdaAMiIMzM1O45V0zIZlxrNmORo8pKiSNRAWHrH3AFqWrt59pMzvLCrktYuO0aDoCg7nptmZTMuNZpxaTHkJUWREW8mwhiY+YXoCCNxZmO/nvu7R+r5xYYjHKvvACAnMZJp2fHcOCOLiemx5CVFkZsUSXykEu2Qpb0OtvwIDjwPsVnuKo5Ft6j0xgDhC3HfDUwQQowFzgJ3Anf7YL8jJjk6AoO4WNxtDhc/31DOXz+uYHxaDN9aOpGV0zIYnxarkaUX0zvmvrmsnn96rgSXlCwtTOez88ZwRX7SiK5qfEVWQuQFnnttWzc/WlfGxtI6xqVG84M1hSyZnMbYlGgNrVQEFLsVPnkUPvwtOHrc4ZervgMRMVpbNqoYsbhLKR1CiK8C7+BOhXxSSlk6Yst8QJhBkBwTcUEc/1xHDw8+W0LJmRa+sGgs31s1+YJSu3rBK9xH69v5xYYjTM6M5U+fnRPwrJTLkdFrIZPN4eLmR7fT0mXjO8sn8aUrC1SK5GjC5YJDL8O7P4G2Spi8Bpb+GJLHaW3ZqMQnOXZSyvXAel/sy9ekxkRc4Lk/vb2CfZUt/OHuWayZ7tswkC8xe0IrP3mrHFOY0KWwgzvufrC6DYAPjzdSZ7Hy53vnnF/opBgFSAknt8KW/4S6Q5AxHdb+AQqu1tqyUU1IrVDtj9TYiAvqy5TVWhiXGqNrYQeIDHd7vN12J7+/q1iXwg6QFW+mudOG1e5k3YEa4iNNLJmUprVZikBR8bHbU6/cDgl5cMvj7iYaBnXFpjUhL+5psREc7bVE/khdOzNzE7QzaJAkRoUTZhB86coCru9Td0ZPZHry3083dbK5rJ61M7NUKGY0UPExbPsVnHofYjJg1a9h9n1qIZKOCHlxT42NoKmjB5dL0mV3Ut3SzV1z+0/F1BPJMRHseOTa8xk/eiUr3p3r/redZ+iyOX2e8aTQEVLCyXfdE6VnPoLoNFj2Eyh+AML1eWU5mgl5cU+LjcDhkrR02ag41wXApHT9ZMVcijRPtyM94/XcX95TTVpsBPPGJmtskcLnOB1Q9gZ8/D/umHpsJqz4Bcy+X4m6jgl5cU+NdQtkY0cPRzwVIidlBIe4BwPedns9DhdrpmepFaOhRFcz7H0adj0OlmpImeiusT79DhV+CQJGgbh/upDpaF07MRFGchJVQ2dfERkeRmKUiZYuOzfOVCGZkKBmn7tUwKFXwNENY6+CVf8NE1eoiVIfYXe6aOu209Ztx+L5670/Li2GheNSRnyMkBd3bwmCBksPR+ramZQRq1ZE+pjsxEjiIk3MyInX2hTFcLG2ucV837NucTdFwfTbYe6XIWOq1tbpDiklXTYnFqtXlB39i7X10/97b3OpmlF3z8tT4j4YehcPO1JrYY2a8PM5P7qxCIMQ6kcz2HA64NR7cPDvUP4PcFghrQhW/gpm3Anm0P6xdrokFo8At/UjwBc+3kukrQ4s3XYcrn6rqJwnNsJIXKSJuEgT8ZFG8lOiiDObiI903+Iie983XvCYLwh5cY+OMBIdHsbhs21YrA4mq3i7z5kzJklrExSDxeWEM9vdE6Slb0BXE5gTYObdMOted/ndIPqRttqdvUR3AJG+wJN2nP+/o0/Bvb4YDeK82HpFOjcp6mJhNl8o0PGRJmLNJs3nn0Je3MHtvX90ogkInkwZhcJn2Lrg9AdwdD0c3eBukGGMhInLYPpnYPxSMIZrYprLJemwOfrEnR0DCPaFIt3WbcfmuHQryqjwsAsEODshkimZsRcJc2/B9op0pCksqK9GR424e9MgJ2fEaWyNQuFnpISmY+6c9BNb3AuOHN0QHgsTrofCtTBhGYT7ppibzeHqFXvu30vuG4f2ini71c6lohsGAbHmC8MXGfHm88Ic11eYzcYLxFqPdaMCxagQ9zRPOmRmvJn4KNUcQBFiuJzQUA5VO+HMx1DxEXTUu59LHu9eOTppBYxZ3K+H3ndysK3rU8+4tzBb+gjzYCYHAcKNhguENzUmgnGpMf2GNeJ6PxZlIibcqNopDpNRIe7eSVWV364YKlo3f78Ipx2aT7kXE9XuhxrPzeYuseGIzqA9YyFNRcVUJcyjPizdLcLH7VgOHr3Iq/YK92AnB70inJ8SdWFYI+rT+7F9vGct+hcrlLgrFAMS6Obv3slBS0cH3U1V2Fsqka2VGFtPE9VeQVxnBcnWSozS3UfYhokTYgwHXQvYYR/PXjmBKmsanPN6ug2em3tysPfEYHykidzEyIvjzeaLMzj0MDmoGDqjStynqHi7Ymj4pPl7TcVRKj96EZvdRo/Njt1uQ9q6wN5NmL0Ds7OdKFcHidJCqmhlvOi84PUOaaBSplEusqgMW0OteSxNUQVYYscTHRVJnNlEfqSJ6RdkcBiJj/pUsKPCg3tyUDF0RoW4F2XFEWs2MmdMotamKIKLQTV/v1x/4JaqI8w/8dsLHrNjpEdEYg8zY42IxW6Kxx6RSX1UGrVRqYj4bMIS8whPziM6bSw50VEUqGqbiiEwSsQ9nkP/uVxrMxTBx6Cav1+uP/CEuSuwTD9NTEQ4hjAjGIyYwoyoqX2FPxkV4q5QDJNBNX+/HOEREYRHqEJbisCirvMUioE53/xdCBGOu/n7Oo1tUigGhfLcFYoB0HPzd4XicggpL53f6peDCtEInBng6RSgKYDmDIRe7ABlS39cyo4xUsrUQBrj5RJjWy/nzZ+E+nvUw/sb9NjWRNwvhRBij5SyWNnxKcoW/doxWILN3uEQ6u8x2N6firkrFApFCKLEXaFQKEIQPYr7Y1ob4EEvdoCypT/0YsdgCTZ7h0Oov8egen+6i7krFAqFYuTo0XNXKBQKxQhR4q5QKBQhiCbiLoRYIYQ4KoQ4IYR4pJ/nhRDid57nDwohZvvJjlwhxHtCiHIhRKkQ4uv9bHONEKJNCLHfc/uBP2zxHKtCCHHIc5w9/Tzv9/MihJjU673uF0JYhBDf6LON386JEOJJIUSDEOJwr8eShBCbhRDHPX/7rQB3uXGlFXq1a7gM9L0Z7OcULAghwoQQ+4QQb3n+D673J6UM6A33Sr+TQAEQDhwACvtsswrYgLtw03xgp59syQRme+7HAsf6seUa4K0AnZsKIOUSzwfkvPT5rOpwL5wIyDkBrgJmA4d7PfYr4BHP/UeAXw5nXGlx06tdI3xP/X5vBvM5BdMN+Bfgee9YD7b3p4Xnfr5GtpTSBnhrZPdmLfCMdPMJkCCEyPS1IVLKWinlXs/9dqAcd5lXvRKQ89KL64CTUsqBVhP7HCnlNqC5z8Nrgac9958GburnpYMZV1qgV7uGzSW+N4P5nIICIUQOsBp4vNfDQfX+tBD3/mpk9xXUwWzjU4QQ+cAsYGc/Ty8QQhwQQmwQQhT50QwJbBJClHhqhPcl0OflTuCFAZ4L1DkBSJdS1oJbWIC0frYJ+JgZJHq1yyf0+d4M5nMKFv4H+FfA1euxoHp/WhQOG0yN7EHV0fYVQogY4FXgG1JKS5+n9+IOS3QIIVYBbwAT/GTKIilljRAiDdgshDji8WTPm9rPa/xyXjxVEG8EvtfP04E8J4MloGNmCOjVrhHT93sTKp2ehBBrgAYpZYkQ4hqNzRk2Wnjug6mR7ZM62oNBCGHCPUD/JqV8re/zUkqLlLLDc389YBJCpPjDFilljedvA/A67kv63gTsvAArgb1Syvp+7AzYOfFQ7w0/ef429LNNIM/NUNCrXSNigO/NYD6nYGARcKMQogJ3GO1aIcRzBNn700LcB1Mjex1wnyc7ZD7Q5r0c8iXC7Wo8AZRLKX87wDYZnu0QQszFfc7O+cGWaCFErPc+sAw43GezgJwXD3cxQEgmUOekF+uA+z337wfe7GcbvdZe16tdw+YS35vBfE66R0r5PSlljpQyH/fn9a6U8h6C7f1pNAu9CvcM+0ng+57HHgIe8twXuLvOnwQOAcV+smMx7kvkg8B+z21VH1u+CpTiznL4BFjoJ1sKPMc44DmeluclCrdYx/d6LCDnBPcPSi1gx+31PgAkA1uB456/SZ5ts4D1lxpXerjp1a4RvJ+Bvjf9fk7BfKNXZliwvT9VfkChUChCELVCVaFQKEIQJe4KhUIRgihxVygUihBEibtCoVCEIErcFQqFIgRR4q5QKBQhiBJ3hUKhCEH+P7JZwRPHHeVhAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 绘制2行2列4张画纸的第1张画纸\n",
    "plt.subplot(221)\n",
    "# 绘制数据\n",
    "plt.plot(xData, np.sin(xData))\n",
    "# 绘制2行2列4张画纸的第2张画纸\n",
    "plt.subplot(222)\n",
    "# 绘制数据\n",
    "plt.plot(xData, np.cos(xData))\n",
    "# 绘制2行2列4张画纸的第3张画纸\n",
    "plt.subplot(223)\n",
    "# 绘制数据\n",
    "plt.plot(xData, np.tan(xData))\n",
    "# 绘制2行2列4张画纸的第4张画纸\n",
    "plt.subplot(224)\n",
    "# 绘制数据\n",
    "plt.plot(xData)\n",
    "plt.plot(xData**2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "04bcfc6b-1944-4d7b-ac15-452bb1bebb04",
   "metadata": {},
   "source": [
    "#### 3.2.2 plt.subplots"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "89216407-3712-44c3-993a-c0ea66c35bbe",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:30:13.362187Z",
     "iopub.status.busy": "2022-06-13T06:30:13.361913Z",
     "iopub.status.idle": "2022-06-13T06:30:13.639577Z",
     "shell.execute_reply": "2022-06-13T06:30:13.638944Z",
     "shell.execute_reply.started": "2022-06-13T06:30:13.362167Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x11125c400>]"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 绘制2行2列4张画纸\n",
    "fig,axes=plt.subplots(2,2) # 可以共享X轴（sharex=True）或者y轴（sharey=True）\n",
    "# 找到第1张画纸\n",
    "ax1=axes[0,0]\n",
    "# 绘制数据\n",
    "ax1.plot(xData)\n",
    "# 找到第2张画纸\n",
    "ax2=axes[0,1]\n",
    "# 绘制数据\n",
    "ax2.plot(xData, np.cos(xData))\n",
    "# 找到第3张画纸\n",
    "ax3=axes[1,0]\n",
    "# 绘制数据\n",
    "ax3.plot(xData, np.sin(xData))\n",
    "# 找到第4张画纸\n",
    "ax4=axes[1,1]\n",
    "# 绘制数据\n",
    "ax4.plot(xData**2)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c22944cf-c162-4276-bea4-6d14888364f0",
   "metadata": {},
   "source": [
    "## 四、画纸风格\n",
    "\n",
    "```python\n",
    "plt.style.use(风格)\n",
    "```\n",
    "\n",
    "* 可选风格见官网"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c8c9f4b8-20c0-4b74-a08a-571405c0e645",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2022-06-13T06:30:16.200717Z",
     "iopub.status.busy": "2022-06-13T06:30:16.200245Z",
     "iopub.status.idle": "2022-06-13T06:30:16.488135Z",
     "shell.execute_reply": "2022-06-13T06:30:16.487406Z",
     "shell.execute_reply.started": "2022-06-13T06:30:16.200687Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x110fbcbe0>]"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 432x288 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 使用风格：bmh\n",
    "plt.style.use(\"bmh\")\n",
    "# 绘制2行2列4张画纸\n",
    "fig,axes=plt.subplots(2,2) # 可以共享X轴（sharex=True）或者y轴（sharey=True）\n",
    "# 找到第1张画纸\n",
    "ax1=axes[0,0]\n",
    "# 绘制数据\n",
    "ax1.plot(xData)\n",
    "# 找到第2张画纸\n",
    "ax2=axes[0,1]\n",
    "# 绘制数据\n",
    "ax2.plot(xData, np.cos(xData))\n",
    "# 找到第3张画纸\n",
    "ax3=axes[1,0]\n",
    "# 绘制数据\n",
    "ax3.plot(xData, np.sin(xData))\n",
    "# 找到第4张画纸\n",
    "ax4=axes[1,1]\n",
    "# 绘制数据\n",
    "ax4.plot(xData**2)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
